What weights of p4o6 and p4o10 will be produced by combustion of 31g p4 in 32g o2 leaving no p4 and o2
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P4O6 = 56.3437% P
P4O10 = 43.6420% P
31 g P = 31 / (31 + 32) = 49.2063% P
So it becomes a problem in proportions:
100% P4O6 = 56.3437%
z% P4O6 = 49.2063%
0% P4O6 = 43.6420%
Find z.
z / 100 = (49.2063 - 43.6420) / (56.3437 - 43.6420)
Solve for z algebraically:
z = 43.808% P4O6
By the Law of the Conservation of Matter, the total mass
of P4O6 and P4O10 = 31g + 32g = 63g
43.808% of 63g = 27.6 g P4O6
63g - 27.6g = 35.4 g P4O10
P4O10 = 43.6420% P
31 g P = 31 / (31 + 32) = 49.2063% P
So it becomes a problem in proportions:
100% P4O6 = 56.3437%
z% P4O6 = 49.2063%
0% P4O6 = 43.6420%
Find z.
z / 100 = (49.2063 - 43.6420) / (56.3437 - 43.6420)
Solve for z algebraically:
z = 43.808% P4O6
By the Law of the Conservation of Matter, the total mass
of P4O6 and P4O10 = 31g + 32g = 63g
43.808% of 63g = 27.6 g P4O6
63g - 27.6g = 35.4 g P4O10
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